| Product Number | 3H32-9-K0 |
| CAS | 141302-36-5 |
| MDL Number | MFCD03646018 |
| Molecular Formula | C9H13BrN4 |
| Molecular Weight | 257.135 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-9-M4
CAS: 99931-82-5
Molecule Weight: 243.108
Formula: C8H11BrN4
PN: 3H32-9-K0
CAS: 141302-36-5
Molecule Weight: 257.135
Formula: C9H13BrN4
![2-[4-(5-Bromopyrimidin-2-yl)piperazin-1-yl]ethanol](data:image/png;base64,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)
PN: 4H56-9-P6
CAS: 849021-42-7
Molecule Weight: 287.161
Formula: C10H15BrN4O
![1-(5-Bromopyrimidin-2-yl)[1,4]diazepane](data:image/png;base64,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)
PN: 3H32-9-M3
CAS: 849021-44-9
Molecule Weight: 257.135
Formula: C9H13BrN4
PN: 3H32-1-T8
CAS: 20980-22-7
Molecule Weight: 164.212
Formula: C8H12N4
PN: 3H31-5-5M
CAS: 94021-22-4
Molecule Weight: 237.13
Formula: C8H14Cl2N4
PN: 3H32-9-31
CAS: 850349-22-3
Molecule Weight: 214.066
Formula: C7H8BrN3
PN: 3H32-9-M2
CAS: 446286-61-9
Molecule Weight: 228.093
Formula: C8H10BrN3
TSCA: Not listed on TSCA inventory